I'm entering uni in a couple of days and as always there are initiations. Mine is themed after Naruto and we have to create a costume respecting a buch of criteria. One of them is that we need a rasen shuriken that has to "follow the Minato form in polar coordinates". It is followed by the following equation :
$\mathbf{r}=1/2 * e^{(-7i\theta/5)}*(1+e^{(2i\theta/5)})*(-e^{(2i\theta/5)}+e^{(4i\theta/5)}-e^{(6i\theta/5)}+e^{(8i\theta/5)}-e^{(2i\theta)}+e^{(12i\theta/5)}+1)$
My problem is that I don't know how to visualize this equation with the tools I have and know. please help !
edit: fixed a mistake in the equation